Because of the key role of the top quark interaction with the boson in many BSM models [1]}, [2]}, [3]}, [4]}, [5]}, [6]}, the differential cross section measurements can be used to constrain anomalous \(\)  couplings.
To this end, we pursue two different interpretations. A Lagrangian containing anomalous couplings [7]} is used to obtain bounds on the vector and axial-vector currents, as well as on the electroweak magnetic and electric dipole moments of the top quark. The interpretation is extended in the context of SM effective field theory (SMEFT) [8]}, and we constrain the Wilson coefficients of the relevant BSM operators of mass dimension 6. There are 59 operators, among which we select the four most relevant linear combinations, as described in Ref. [9]}.
